{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# ***Introduction to Radar Using Python and MATLAB***\n",
    "## Andy Harrison - Copyright (C) 2019 Artech House\n",
    "<br/>\n",
    "\n",
    "# Single Pulse Ambiguity Function\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Referring to Section 8.6.1, the complex envelope of a single unmodulated pulse is expressed as (Equation 8.59)\n",
    "\n",
    "\\begin{equation}\\label{eq:single_unmodulated_pulse}\n",
    "    s(t) = \\text{rect}\\bigg[ \\frac{t}{\\tau_p} \\bigg],\n",
    "\\end{equation}\n",
    "\n",
    "\n",
    "\\noindent Using (Equation 8.59) and (Equation 8.53) allows the ambiguity function to be written as (Equation 8.61)\n",
    "\n",
    "\\begin{equation}\n",
    "    \\big| \\chi(\\tau, f) \\big|^2  = \\Bigg| \\int\\limits_{-\\infty}^{\\infty} \\text{rect}\\bigg[ \\frac{t}{\\tau_p}\\bigg] \\, \\text{rect}\\bigg[ \\frac{t - \\tau}{\\tau_p} \\bigg] e^{j 2 \\pi f t}\\, dt\\Bigg|^2.\n",
    "\\end{equation}\n",
    "\n",
    "Carrying out the integration gives (Equation 8.62)\n",
    "\n",
    "\\begin{equation}\n",
    "    \\big| \\chi(\\tau, f) \\big|^2  = (\\tau_p - |\\tau|)^2\\, \\Big|\\text{sinc}\\left[ f (\\tau_p - |\\tau|) \\right]  \\Big|^2 \\quad \\text{for  } |\\tau| \\le \\tau_p.\n",
    "\\end{equation}\n",
    "***"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Begin by getting the library path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import lib_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the pulsewidth (s)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "pulsewidth = 1e-3"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Generate the time delay (s) using the `linspace` routine from `scipy`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import linspace\n",
    "\n",
    "\n",
    "# Set the time delay\n",
    "\n",
    "time_delay = linspace(-pulsewidth, pulsewidth, 5000)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the ambiguity function for the single pulse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "from Libs.ambiguity.ambiguity_function import single_pulse\n",
    "\n",
    "from numpy import finfo\n",
    "\n",
    "\n",
    "ambiguity = single_pulse(time_delay, finfo(float).eps, pulsewidth)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Plot the zero-Doppler cut using the `matplotlib` routines"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "from matplotlib import pyplot as plt\n",
    "\n",
    "\n",
    "# Set the figure size\n",
    "\n",
    "plt.rcParams[\"figure.figsize\"] = (15, 10)\n",
    "\n",
    "\n",
    "\n",
    "# Plot the ambiguity function\n",
    "\n",
    "plt.plot(time_delay, ambiguity, '')\n",
    "\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Time (s)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Relative Amplitude\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Single Pulse Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the Doppler mismatch frequencies using the `linspace` routine"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "doppler_frequency = linspace(-2.0 / pulsewidth, 2.0 / pulsewidth, 1000)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the ambiguity function for the single pulse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [],
   "source": [
    "ambiguity = single_pulse(finfo(float).eps, doppler_frequency, pulsewidth)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the zero-range cut for the single pulse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.plot(doppler_frequency, ambiguity, '')\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Doppler (Hz)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Relative Amplitude\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Single Pulse Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Set the time delay and Doppler mismatch frequency and create the two-dimensional grid using the `meshgrid` routine from `scipy`"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [],
   "source": [
    "from numpy import meshgrid\n",
    "\n",
    "\n",
    "# Set the time delay\n",
    "\n",
    "time_delay = linspace(-pulsewidth, pulsewidth, 1000)\n",
    "\n",
    "\n",
    "\n",
    "# Set the Doppler mismatch\n",
    "\n",
    "doppler_frequency =linspace(-2.0 / pulsewidth, 2.0 / pulsewidth, 1000)\n",
    "\n",
    "\n",
    "\n",
    "# Create the grid\n",
    "\n",
    "t, f = meshgrid(time_delay, doppler_frequency)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Calculate the ambiguity function for the single pulse"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [],
   "source": [
    "ambiguity = single_pulse(t, f, pulsewidth)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "Display the two-dimensional contour plot for the single pulse ambiguity function"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1080x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Plot the ambiguity function\n",
    "\n",
    "plt.contour(t, f, ambiguity, 20, cmap='jet', vmin=-0.2, vmax=1.0)\n",
    "\n",
    "\n",
    "# Set the x and y axis labels\n",
    "\n",
    "plt.xlabel(\"Time (s)\", size=12)\n",
    "\n",
    "plt.ylabel(\"Doppler (Hz)\", size=12)\n",
    "\n",
    "\n",
    "\n",
    "# Turn on the grid\n",
    "\n",
    "plt.grid(linestyle=':', linewidth=0.5)\n",
    "\n",
    "\n",
    "\n",
    "# Set the plot title and labels\n",
    "\n",
    "plt.title('Single Pulse Ambiguity Function', size=14)\n",
    "\n",
    "\n",
    "\n",
    "# Set the tick label size\n",
    "\n",
    "plt.tick_params(labelsize=12)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
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